Methods of Numerical Inversion of Laplace Transforms for Electrical Engineering and their Applications

Zusammenfassung

Investigation of numerical inverse Laplace transform (NILT) methods is an endeavor for researchers
in science and engineering, especially in the electrical engineering field of applications. Mainly, NILT
techniques assist on getting the time-domain simulations in related applications, e.g. solving partial
differential equations that appear in linear distributed-parameter systems or those appearing while
investigating signal integrity issues.
Generally, most available 1D NILT methods are very specific, i.e. they perform well on a few type of
functions and hence on a limited number of applications; thus the aim of this research is focused on
the development of universal NILT method and its expansion to multidimensional NILT which can
cover a wide field of applications and could provide a practical mechanism for a better diagnosis
and analysis of time-domain simulations, for example solving nearly non-linear circuits. This talk
introduces the NILT fundamentals and concepts and presents several applications in the electrical
engineering field.

Vortragender

N. Al-Zubaidi R-Smith received the BSc. in Electrical Engineering and Telecommunication from
Yarmouk University, Jordan in 2009 and consequently received MSc. degree in Electrical
Engineering with emphasis on Radio Communication from Blekinge Institute of Technology,
Sweden in 2013. During 2013 he was a research assistant at Aarhus University of Denmark. He has
been a Ph.D. candidate at Brno University of Technology in the Czech Republic since 2014. His
research interests are: Numerical methods, Computer-aided simulations, Fractional Calculus,
Nonlinear Dynamics, and Signal integrity issues in electronic circuits.